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(Created page with 'Show graphically int You can either type this code straight into octave or matlab, or you can save it as a [name_of_file].m and loading it to the software. octave:1> t= -5:.01…') |
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Show graphically that <math> \int_{-\infty}^{\infty} e^{j2\pi f(t-u)}\, df = \delta (t-u)</math> |
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Show graphically int |
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You can either type this code straight into octave or matlab, or you can save it as a [name_of_file].m and loading it to the software. |
You can either type this code straight into octave or matlab, or you can save it as a [name_of_file].m and loading it to the software. |
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octave:6> one1=.001*trapz(delta); |
octave:6> one1=.001*trapz(delta); |
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octave:7> plot(t,delta); |
octave:7> plot(t,delta); |
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This is what the graph looks like. |
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[[image:Gnuplot.png]] |
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Revision as of 17:43, 15 October 2010
Show graphically that
You can either type this code straight into octave or matlab, or you can save it as a [name_of_file].m and loading it to the software.
octave:1> t= -5:.01:5; octave:2> f=t; octave:3> [ff,tt]=meshgrid(f,t); octave:4> r=exp(j*2*pi.*ff.*tt); octave:5> delta=trapz(r)*.01; octave:6> one1=.001*trapz(delta); octave:7> plot(t,delta);
This is what the graph looks like.
